<snapdata remixID="8798011"><project name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1060" y="130" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="30,184,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="385" y="275.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doChangeVar"><l>number of clicks</l><l>1</l></block><block s="down"></block><block s="doForever"><script><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-100</l><l>-25</l></custom-block><script><block s="setColor"><color>250,25,0,1</color></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-25</l><l>50</l></custom-block><script><block s="setColor"><color>10,55,255,1</color></block></script></block><block s="doIf"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>50</l><l>100</l></custom-block><script><block s="setColor"><color>30,184,0,1</color></block></script></block></script></block></script><script x="120" y="185"><block s="receiveGo"></block><block s="doSetVar"><l>number of clicks</l><l>0</l></block><block s="clear"></block><block s="setSize"><l>3</l></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="128" y="48"><block s="receiveGo"></block><block s="doForever"><script><block s="doIf"><custom-block s="even? %n"><block var="number of clicks"/></custom-block><script><block s="up"></block></script></block></script></block></script></scripts></sprite><watcher var="number of clicks" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; between? %&apos;number 1&apos; and %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="number"/><block var="number 1"/></block><block s="reportGreaterThan"><block var="number"/><block var="number 2"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number 1&apos; divisible by %&apos;number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="number 1"/><block var="number 2"/></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="even? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><custom-block s="%n divisible by %n"><block var="number"/><l>2</l></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><variables><variable name="number of clicks"><l>6</l></variable></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>